K-centers Min-Max clustering algorithm over heterogeneous wireless sensor networks

Q. Xie, Yizong Cheng
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引用次数: 7

Abstract

This paper proposes a clustering algorithm for heterogeneous wireless sensor networks, addressing energy dissipation as a key issue. Energy dissipation required by sensor nodes to transmit data depends on the distance between sensor nodes and cluster heads or a base station. Clustering is one of the best techniques for reducing energy consumption and extending sensor network lifetimes. Desirable features of the proposed clustering algorithm include: adaptation to changes in sensor distribution; energy efficiency; localized and distributed data aggregation and decision making; immunity to partial damage; and self-recovery. It employs a smallest disc covering algorithm to achieve a minimum of the maximum distance between a cluster head and sensor nodes compared to k-means clustering. Lawson's multiplicative rule is used for the smallest disc covering algorithm. Our simulation demonstrates that the proposed algorithm takes 50.8% fewer iterations to converge for cluster formation, with 33.9% and 23.2% shorter maximum and average intra-cluster distances versus k-means clustering. Performance is also improved.
异构无线传感器网络的k中心最小-最大聚类算法
本文提出了一种异构无线传感器网络的聚类算法,并将能量耗散作为关键问题加以解决。传感器节点传输数据所需的能量耗散取决于传感器节点与簇头或基站之间的距离。聚类是降低能耗和延长传感器网络寿命的最佳技术之一。本文提出的聚类算法的理想特征包括:适应传感器分布的变化;能源效率;本地化和分布式的数据聚合和决策;对部分损害的免疫;和自动复位。与k-means聚类相比,它采用最小的磁盘覆盖算法来实现簇头和传感器节点之间的最大距离的最小值。最小磁盘覆盖算法采用Lawson乘法规则。仿真结果表明,与k-means聚类相比,该算法收敛聚类的迭代次数减少了50.8%,最大簇内距离和平均簇内距离分别缩短了33.9%和23.2%。性能也得到了提高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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